|Date: Tuesday, March 21, 2017
Title: Geometry in orbital integrals and beyond
Abstract: Geometry in orbital integrals and beyond
The Gross-Zagier formula is an identity between the first derivative of the L-function of an elliptic curve at s=1 and an intersection number. In joint work with Wei Zhang, we give a generalization of the Gross-Zagier formula to higher derivatives of the L-function for elliptic curves over function fields. In this series of lectures, I will discuss some geometric ideas involved in the proof of this formula which originated from the study of orbital integrals.
This is the first talk in a series. See http://www-personal.umich.edu/~bhattb/spring-lectures/springl-2017.html for more.
Speaker: Zhiwei Yun
Institution: Yale University